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《Progress in Geophysics》 2006-01
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The discussion to the resilience items in the Duffing type system used for detecting events

ZHAO Xue-ping,LI Yue,YANG Bao-jun(Jilin University,Changchun 130026,China)  
In the Duffing type systems used for detecting events,it is vital to select the nonlinear resilience item.As for the chaotic systems with the different nonlinear resilience items,the paper describes the origin of the nonlinear resilience item,simulates and analyzes the Hamilton systems and dissipative systems and deduces the relative theory,and then the paper presents the combined relations between each power and coefficient in the potential energy-Hamilton polynomial equation used for the chaotic oscillator detection system,that is,the rule to select the nonlinear resilience item: the highest item of powers should be odd and its coefficient should be more than zero.
【Fund】: 国家自然科学基金项目(40374045)资助
【CateGory Index】: P631.44
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